Multiple Choice Identify the choice that best completes the statement or answers
the question.
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1.
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Hana and her friends are riding their bicycles for exercise. The bar graph shows
how many miles they rode last week. What is the median number of miles? Bicycle Riding Records |  | |
a. | 5 miles | c. | 4 miles | b. | 8 miles | d. | 9 miles |
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2.
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The largest bird in the world is the ostrich. These birds can grow up to
9 feet tall. The heights of five ostriches at a zoo are shown in the table. What is the
median height? Size of
Ostriches | Animal | Height (feet) | | Ostrich 1 | 5 | | Ostrich 2 | 7 | | Ostrich 3 | 8 | | Ostrich 4 | 6 | | Ostrich 5 | 4 | | |
a. | 6 feet | c. | 4 feet | b. | 7 feet | d. | 5 feet |
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3.
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The ages of seven children sled riding on a hill are 6, 9, 7, 9, 5, 8, and 5.
What is the median age? 
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4.
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The table shows the number of April birthdays at Chris’s school. What is
the range in the number of birthdays? April Birthdays | | Grade | Number of Birthdays | 1st | 2 | 2nd | 7 | 3rd | 8 | 4th | 5 | 5th | 5 | | | |
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5.
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Maya has gone to several Miami Dolphins football games over the past
7 seasons. What is the range of the data? Football Game
Attendance |  | Season | Number of Games | | Season 1 | 2 | | Season 2 | 6 | | Season 3 | 1 | | Season 4 | 2 | | Season 5 | 7 | | Season 6 | 6 | | Season 7 | 1 | | | |
a. | 6 games | c. | 8 games | b. | 2 games | d. | 7 games |
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6.
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Five students recorded how long it took them to run 1 kilometer in gym
class. What is the range of the times? 1-Kilometer Run | | Student | Time (minutes) | | Edgar | 5 | | Lindsay | 7 | | Horacio | 5 | | Katie | 8 | | Michael | 9 | | | |
a. | 9 minutes | c. | 6 minutes | b. | 4 minutes | d. | 7 minutes |
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7.
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The Flames baseball team has played 6 games this season. They have
scored 8, 3, 3, 8, 7, and 3 runs in those games. What is the mode number of runs scored? 
a. | 8 runs | c. | 2 runs | b. | 3 runs | d. | 5 runs |
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8.
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Last week was Show-and-Tell week at Pendleton Middle School. The table
shows how many students brought an item with them each day. What is the mode of the data? Show-and-Tell
Week | Day | Students | | Monday | 5 | | Tuesday | 9 | | Wednesday | 6 | | Thursday | 9 | | Friday | 8 | | |
a. | 9 students | c. | 4 students | b. | 7 students | d. | 8 students |
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9.
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The table shows how many hours Amber spent playing with her friends while on
Spring Break. What is the mode of the data? Time Spent Playing with
Friends | Day | Hours | | Monday | 6 | | Tuesday | 3 | | Wednesday | 6 | | Thursday | 3 | | Friday | 7 | | Saturday | 5 | | Sunday | 3 | | |
a. | 1 hour | c. | 5 hours | b. | 3 hours | d. | 6 hours |
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10.
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Sunset Valley Park has 5 hiking trails. The lengths of the trails
are shown in the table. What is the median trail length? Hiking
Trails | Trail Number | Length (miles) | Trail 1 | 5 | Trail 2 | 4 | Trail 3 | 6 | Trail 4 | 2 | Trail 5 | 2 | | |
a. | 4 miles | c. | 6 miles | b. | 2 miles | d. | 5 miles |
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11.
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The cafeteria has two meal choices and three drink choices today. Suppose you
choose one meal and one drink. How many possible outcomes are there? Lunch
Menu | Meal | Drink | | Chicken | Apple Juice | | Pizza | Milk | | | Lemonade | | |
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12.
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The third graders are deciding what they want to do for recess today. The tree
diagram shows different activities. How many different choices are there? 
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13.
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The third graders are learning about eating a healthy diet of fruits and
vegetables. Suppose you spin the spinner one time. How many different outcomes are
there? 
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14.
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Some students are playing a board game during recess. They must spin the
spinner one time. Which of the following is NOT a possible outcome? 
a. | spinning a 13 | b. | spinning a 3-digit number
| c. | spinning a 3 | d. | spinning an odd number
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Dusty is at an amusement park with his family. He has time to play one
more game and go on one more ride.
Amusement Park Games and Rides | Game
Area | Ride Area | | Ring Toss | Ferris Wheel | | Ball Toss | Merry-Go-Round | | | Bumper Cars | | | Roller
Coaster | | |
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15.
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Use the amusement park information above. How many different outcomes are
there?
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16.
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Use the amusement park information above. Suppose Dusty picks one game and one
ride at random. Which of the following is NOT a possible outcome?
a. | Ring Toss, Merry-Go-Round | c. | Ring Toss, Ferris
Wheel | b. | Ferris Wheel, Merry-Go-Round | d. | Ball Toss, Bumper
Cars |
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17.
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Leon’s parents are buying a new car. They have two different paint options
and two different interior options. How many different choices do they have? 
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18.
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Five children bought tickets to play games at the school fair. This bar graph
shows how many tickets each child has. School Fair
Tickets |  | |
What is the mode?
a. | 4 tickets | c. | 10 tickets | b. | 8 tickets | d. | 9 tickets |
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19.
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There are seven children in Bartolo’s neighborhood. Here are their ages:
4, 12, 4, 12, 9, 10, 12. What is the median age?
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20.
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Bridget is growing seven plants for her science project. Here are the
heights of the plants after four weeks. Growth After Four
Weeks | Plant | Height (centimeters) | 1 | 9 | 2 | 10 | 3 | 10 | 4 | 6 | 5 | 9 | 6 | 7 | 7 | 10 | | |
What is the mode?
a. | 4 centimeters | c. | 11 centimeters | b. | 9 centimeters | d. | 10 centimeters |
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21.
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Delmar is playing a game that has two spinners. On his first try he
spins 3-B. This is one possible outcome.  How many possible outcomes are there all together?
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22.
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Victor has four cousins. They are 2, 7, 5, and 6 years old. Victor
is 3. What is the median of their ages?
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23.
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The following chart shows the number of commercial nuclear power plants in some
of the U.S. states. Commercial
Nuclear Plants in Operation, by State | State | Plants | | South Carolina | 7 | | Illinois | 11 | | Texas | 4 | | Pennsylvania | 9 | | Mississippi | 1 | | Source: Scholastic Kid’s
Almanac | | |
What is the range of plants in these states?
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24.
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The junior high basketball team has seven first string players. The roster is
listed below. Junior High Basketball Roster | Student | Grade | | Ben | 7 | | Don | 8 | | Greg | 6 | | Tate | 7 | | Martin | 8 | | Carlos | 7 | | Justin | 6 | | |
What grade is the mode of
the first string basketball players?
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25.
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Mr. Kato is building a new house. He needs to choose the exterior trim
color. He also needs to choose the type of exterior. Given his choices below, how many combinations
are available for the exterior of the house? | | House Choices | | | Color Choices: | | | | | Black | Grey | White | | | | | | | | Exterior Choices: | | | | | Stone only | Siding
only | Brick and Stone | | | | | |
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26.
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Sally helped set the table for her birthday party. Her parents purchased plates
and napkins of many colors. Sally mixed the colors to make different combinations of place settings.
How many different combinations are possible?
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27.
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Gayle works in a snack shop. She graphed the number of boxes of popcorn sold
each day for five days. The results are shown on the graph. Sales of
Popcorn |   | |
What is the range of boxes on Gayle’s
graph?
a. | 6 boxes | c. | 5 boxes | b. | 4 boxes | d. | 8 boxes |
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28.
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Lazaro measured the sizes of five sand dollars. He measured across the widest
part.  | 3 centimeters | | 7 centimeters | | 8 centimeters | | 4 centimeters | | 8 centimeters | | |
What is the median size of the sand dollars?
a. | 7 centimeters | c. | 6 centimeters | b. | 8 centimeters | d. | 5 centimeters |
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29.
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Mato counted buttons on seven different shirts.  | Number of Buttons 4, 8, 5, 5, 8, 8, 4 | | |
What is the
mode number of buttons?
a. | 8 buttons | c. | 4 buttons | b. | 7 buttons | d. | 5 buttons |
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30.
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Roland made greeting cards to send to friends and family. This bar graph shows
the number of cards he made each day. Greeting Cards Made |   | |
What is the range of the numbers of cards that
Roland made?
a. | 5 cards | c. | 6 cards | b. | 7 cards | d. | 2 cards |
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31.
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Mrs. Henry’s class learned about baby animals at the zoo. This graph shows
the number of zoo babies born each day. Baby
Animals at the Zoo |   | |
What is the median number of baby animals born
each day?
a. | 4 babies | c. | 7 babies | b. | 2 babies | d. | 5 babies |
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32.
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One day for breakfast, Mirna could choose pancakes or cold cereal. She could
choose orange juice or grape juice. Breakfast Menu | Main Choices | Juice Choices | pancakes cold cereal | orange grape | | |
How many
different combinations can Mirna select? She must choose one item from each list shown.
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33.
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Students in Math Club are ordering shirts. There are three color choices and two
sleeve styles. Math Club
Shirts | Colors | Styles | beige brown gold | short sleeves long sleeves | | |
Here are possible
combinations of shirt color and sleeve style. 1. brown with short sleeves 2. beige with short
sleeves 3. gold with long sleeves 4. beige with long sleeves 5. gold with short
sleeves 6. ______________ Which combination is missing from the list?
a. | gold with long sleeves | c. | gold with short sleeves | b. | beige with short
sleeves | d. | brown with long
sleeves |
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34.
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Kacy is buying a mirror. The store has the following shape and color choices.
All of the colors are available in both shapes. Mirror Choices | Shapes | Colors | square oval | brass gold black brown | | |
How many different mirrors
are there?
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35.
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Sachi has these letter tiles from a spelling game. She turns the tiles over and
mixes them up. Then Sachi draws one tile without looking. How many different outcomes are
possible?
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36.
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The teacher’s desk drawer has 5 red pencils, 2 blue pencils,
4 green pencils, and 9 yellow pencils. Suppose she picks one pencil at random. Which color
pencil is least likely? 
a. | green | c. | yellow | b. | red | d. | blue |
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37.
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The table shows how many coins are in a piggy bank. Suppose you pick a coin at
random. Which two coins are equally likely to be chosen? Piggy
Bank | Coin | Number of Coins | | Penny | 9 | | Nickel | 3 | | Dime | 9 | | Quarter | 6 | | |
a. | penny and dime | c. | quarter and dime | b. | penny and nickel | d. | quarter and
nickel |
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38.
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Students from Elkwood Elementary School are having a field day.
Suppose one student is chosen at random. In what grade will the student most likely
be? Field
Day | Grade | Number of Students | | 1st Graders | 23 | | 2nd Graders | 31 | | 3rd Graders | 30 | | 4th Graders | 27 | | |
a. | 3rd grade | c. | 2nd grade | b. | 1st grade | d. | 4th grade |
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39.
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The third graders are voting on where to go for a field trip. Suppose one third
grader is chosen at random. For which activity did the student most likely vote? Field Trip
Voting | Activity | Number
of Votes | | Zoo | 11 | | Drama Production | 10 | | Nature Preserve | 4 | | Science Center | 3 | | |
a. | Drama Production | c. | Science Center | b. | Zoo | d. | Nature Preserve |
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40.
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Hope played a game with eight-sided numbered object. For her next move, Hope can
use only one of the numbers rolled.  What is the most likely number to be
chosen?
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41.
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The third grade class went on a nature walk to collect leaves. Each leaf
was placed on a table and then labeled to match the identification chart from class. When they were
finished, the students were allowed to take one of the leaves with them. Which leaf type is the
least likely to be picked first?
a. | Leaf C | c. | Leaf B | b. | Leaf D | d. | Leaf A |
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42.
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A toy store has 8 wagons, 9 toy trucks, 9 skateboards, and
5 soccer balls. Suppose one of these toys is chosen at random. Which two toys are equally
likely to be chosen? | | | | Wagon | Toy Truck | Skateboard | Soccer Ball | | | | |
a. | toy truck and wagon | c. | soccer ball and skateboard | b. | toy truck and
skateboard | d. | soccer ball and
wagon |
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43.
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Maya and her friends are on summer vacation. They are deciding what activity
they want to do this morning and this afternoon. The table shows the different activities they have
in mind. Which of the following is a possible outcome? Summer
Vacation | Morning | Afternoon | | Go Fishing | Go Shopping | | Ride Bikes | See a Movie | | Go to the Park | | | |
a. | Go Shopping, See a Movie | c. | Go Fishing, Go
Shopping | b. | Ride Bikes, Go to the Park | d. | Go to the Park, Play Baseball |
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44.
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Suppose you spin the spinner one time to play a game. Which outcome is
most likely? 
a. | spinning an even number | b. | spinning a 1 | c. | spinning a
2 | d. | spinning a number greater than 5 |
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45.
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Tommy has 4 white socks, 6 black socks, 10 brown socks, and
14 gray socks in a drawer. Suppose he picks one sock at random. Which color sock is least
likely?
a. | gray | c. | white | b. | brown | d. | black |
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46.
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Cory has a penny, dime, and quarter in his pocket.  If he
takes out 2 coins, how much money could he have in his hand?
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47.
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Barbara is playing a game that has two spinners. On her first try she spins 2
and B.  What is more likely:
spinning a 2 or spinning a B?
a. | spinning a B is more likely | c. | both are
impossible | b. | both are equally likely | d. | spinning a 2 is more likely |
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48.
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The solid and striped balls in this picture are placed in a box. Nelson picks
one without looking.  Which statement best describes the kind of
ball Nelson might pick?
a. | Picking a solid or striped ball is equally likely. | b. | A striped ball is
the least likely pick. | c. | A solid ball is the least likely
pick. | d. | A solid ball is the most likely pick. |
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49.
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Suppose you spin the fruit spinner one time. Which outcome is most
likely? 
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50.
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Amanda has these letter cards. She turns the cards over, mixes them up, and draws
one card without looking. Which letter is she most likely to draw?
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51.
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Suppose you can choose one of the spinners below. For which spinner is 7
impossible to spin?
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52.
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The spinner is used in a board game to show which space a player should move to
next.  On which picture is the arrow most likely to
land?
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53.
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For a math game, Nicole uses this spinner. Suppose she spins this spinner
20 times.  Which operation will the arrow probably point to
least often?
a. | division | c. | subtraction | b. | multiplication | d. | addition |
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54.
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Dave has a set of pencils and pencil toppers. How many combinations of pencils
with toppers can Dave make?
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55.
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Guido and his friends are going to camp together this summer. They plan to share
a cabin. If the cabin has 4 beds, how many combinations of sleeping arrangements can Guido and his
friends consider?
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56.
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Pia is wrapping a birthday gift for her friend. She has 2 colors of wrapping
paper and 2 types of bows. How many combinations of paper and bows can Pia make with these
items?
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57.
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Mr. Peterson has the following shirts and ties. How many different shirt and tie
combinations can he make with them?
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58.
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Don participated in a track meet. There were 4 teams in his shot put event as
shown. Team | Number of
Participants | | Eagles | 1 | | Spartans | 3 | | Panthers | 4 | | Corsairs | 5 | | |
How likely is it that the Eagles will have one of
their team members go first in the event?
a. | equally as likely as the Corsairs | c. | more likely than the
Corsairs | b. | more likely than the Spartans | d. | less likely than the
Corsairs |
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59.
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Donovan played a board game with his friends. The game has a special 12-sided
numbered object with 3 colors. Color | Number of
Sides | | blue | 1 | | purple | 1 | | green | 10 | | |
How likely is it that purple will be
rolled?
a. | less likely than the blue | c. | equally as likely as the
blue | b. | more likely than the blue | d. | more likely than the green |
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60.
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The third grade science class is studying healthy eating habits. Several
students brought in fruit for a morning snack and put it in a fruit bowl. The following fruit was
in the fruit bowl on the table.  How likely is it that a pear will be the next piece
of fruit taken from the bowl?
a. | less likely than an orange | c. | less likely than a
banana | b. | more likely than a banana | d. | equally likely as a banana |
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61.
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Nita played an animal game with her friends. The game came with the following
spinner.  How likely is it that the spinner will land on a
bat?
a. | less likely than an owl | c. | more likely than a
duck | b. | less likely than a duck | d. | equally as likely as a duck |
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62.
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The following pants are hanging on a rack at a busy store.  How
likely is it that a pair of plaid pants will be bumped off the rack in the crowd?
a. | more likely than black | c. | less likely than black | b. | equally likely as
black | d. | more likely than
white |
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63.
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Mi-Yung and his friends performed an experiment. They had a fair box with 3
chutes and an opening at the top. A fair box means that when a marble is dropped in the top opening
there is an equal chance that it will roll down any chute.  The friends dropped
a marble into the box 30 times. The marble rolled down chute one 15 times, chute two 7 times, and
chute three 8 times. Out of 30 drops, how many times should the friends expect the marble to roll
down chute 2?
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64.
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Jason and Flor performed an experiment. They took turns spinning an automatic
spinner. The automatic spinner provides a fair chance that the spinner will point to each position an
equal number of times.  The friends spun the spinner a total of 18 times. The
spinner landed on blue 8 times, and yellow 10 times. Out of 18 spins, how many times should the
friends expect the spinner to point to blue?
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65.
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Ling-Ling performed an experiment. She rolled a number cube to see what number
would be rolled. Ling-Ling rolled the number cube 42 times. The cube results are shown below. | Number on Cube | Times Rolled | 1 | 4 | 2 | 4 | 3 | 11 | 4 | 7 | 5 | 12 | 6 | 4 | | |
Out of 42
throws of the number cube, how many times should Ling-Ling expect a 5 to be rolled?
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66.
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Keiko belongs to an after-school club. Twice a week the club members go bowling.
At the bowling alley, the ball return brings the ball back to the bowlers on a conveyor belt. At the
point the ball return reaches the bowlers, it splits into two lanes. Each lane is equally as likely
to receive the returned ball.  Keiko tried an experiment with the ball return. She
rolled a bowling ball down the alley 38 times. She noticed that the ball returned 25 times to lane
one and 13 times to lane two. How many times should Keiko expect the ball to return to lane
one?
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67.
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Kelli performed an experiment with a special 4-sided object to see what number
would be rolled. The results are shown below. | Number on Object | Times
Rolled | 1 | 2 | 2 | 8 | 3 | 10 | 4 | 4 | Total | 24 | | |
Out of 24 throws of the
object, how many times should Kelli expect a 2 to be rolled?
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Numeric Response
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1.
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Mrs. Abbott was putting pictures in picture frames. She had the following
pictures and frames. How many different combinations can Mrs. Abbott create with these
pictures and frames?
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